Title of article
Algorithm to solve certain ternary quartic Diophantine equations
Author/Authors
SZALAY, Laszlo University of West Hungary - Institute of Mathematics, Hungary
From page
733
To page
738
Abstract
In this paper, we develop an algorithm to solve completely the Diophantine equation F(x; y) = z^2 , where the quartic inhomogeneous polynomial F(x; y) with integer coe cients satises certain technical conditions. The procedure is an extension of the version of Runge s method given by Poulakis.
Keywords
Diophantine equation , Runge method , inhomogeneous ternary equation
Journal title
Turkish Journal of Mathematics
Journal title
Turkish Journal of Mathematics
Record number
2531406
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